Kui Lin, Ph.D.

Affiliations: 
2008 Rensselaer Polytechnic Institute, Troy, NY, United States 
Area:
Mathematics
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Joyce R. McLaughlin grad student 2008 RPI
 (Error estimation for the direct inversion model and numerical schemes for the full inversion model in elastography.)
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Publications

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Lin K, McLaughlin J, Baer A, et al. (2018) A complex elastographic hyperbolic solver (CEHS) to recover frequency dependent complex shear moduli in viscoelastic models utilizing one or more displacement data-sets Inverse Problems in Science and Engineering. 26: 1155-1177
Freimann FB, Streitberger KJ, Klatt D, et al. (2012) Alteration of brain viscoelasticity after shunt treatment in normal pressure hydrocephalus. Neuroradiology. 54: 189-96
Lin K, McLaughlin JR, Thomas A, et al. (2011) Two-dimensional shear wave speed and crawling wave speed recoveries from in vitro prostate data. The Journal of the Acoustical Society of America. 130: 585-98
Streitberger KJ, Wiener E, Hoffmann J, et al. (2011) In vivo viscoelastic properties of the brain in normal pressure hydrocephalus. Nmr in Biomedicine. 24: 385-92
Lin K, McLaughlin J, Renzi D, et al. (2010) Shear wave speed recovery in sonoelastography using crawling wave data. The Journal of the Acoustical Society of America. 128: 88-97
Lin K, McLaughlin J, Zhang N. (2009) Log-elastographic and non-marching full inversion schemes for shear modulus recovery from single frequency elastographic data Inverse Problems. 25: 75004
Lin K, McLaughlin J. (2009) An error estimate on the direct inversion model in shear stiffness imaging Inverse Problems. 25: 75003
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